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Springer Lie Theory and Its Applications in Physics Book

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Description

Explore the evolving relationship between mathematics and physical systems with Lie Theory and Its Applications in Physics. Published as part of the Springer Proceedings in Mathematics and Statistics series, this volume captures the advanced discussions from the June 2013 meeting in Varna, Bulgaria. While Lie theory has traditionally served as a tool for building mathematical models, modern physics is moving toward the geometrization of physical objects and systems. This book addresses that shift, focusing on how a geometric approach provides a sense of symmetry that helps clarify the structure of physical systems. The content covers a wide range of advanced topics including representation theory, algebraic geometry, and infinite-dimensional Lie algebras and groups. Readers will also find information on superalgebras, supergroups, quantum groups, noncommutative geometry, and various other forms of symmetry. This text is a valuable resource for those studying the intersection of algebra and physics through a geometric lens.

Key Features

Covers the transition from traditional mathematical modeling to the geometrization of physical systems and objects.

Provides a deep look into how geometric approaches yield notions of symmetry to help understand system structures.

Includes extensive coverage of representation theory and algebraic geometry within a physics context.

Explores advanced mathematical concepts such as infinite-dimensional Lie algebras, groups, and superalgebras.

Discusses specialized topics including quantum groups and noncommutative geometry.

Part of the professional Springer Proceedings in Mathematics and Statistics series (Volume 111).

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
06 October 2016
Listed Since
29 September 2016

Barcode

No barcode data available

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